There are online and hybrid sections of Math 1152 where the students have online, interactive lessons for each topic instead of the traditional in-person lectures. To benefit all Math 1152 students, the MSLC is making these online, interactive lessons available on their website to all students.

*If you are enrolled in Flipped and Flexible Math 1152: Please note that doing the lessons listed below will not count towards your grade. You must access the online lessons in Carmen in order to receive a grade.

Click on the Lesson below you would like to view:

Integral Test and Alternating Series Test

Comparison Test and Limit Comparison Test

Absolute and Conditional Convergence

Approximating Functions with Polynomials

Introduction to Differential Equations

Separable Differential Equations

### Lessons aligned with Briggs: Calculus For Scientists and Engineers (OSU Edition):

OSU has recently switched textbooks for Calculus 1. Here are the versions that aligned with our previous textbook.

Lesson 1: Basic Approaches to Integration (Briggs 7.1)

Lesson 2: Regions Between Curves (Briggs 6.2)

Lesson 3: Volume by Slicing (Briggs 6.3)

Lesson 4: Volume by Shells (Briggs 6.4)

Lesson 5: Length of Curves (Briggs 6.5)

Lesson 6: Surface Area (Briggs 6.6)

Lesson 7: Physical Applications (Briggs 6.7)

Lesson 8: Exponential Models (Briggs 6.8 & 6.9)

Lesson 9: Integration by Parts (Briggs 7.2)

Lesson 10: Trigonometric Integrals (Briggs 7.3)

Lesson 11: Trigonometric Substitution (Briggs 7.4)

Lesson 12: Partial Fractions (Briggs 7.5)

Lesson 13: Improper Integrals (Briggs 7.8)

Lesson 14: Overview of Sequences and Series (Briggs 9.1)

Lesson 15: Sequences (Briggs 9.2)

Lesson 16: Series (Briggs 9.3)

Lesson 17: Divergence and Integral Tests (Briggs 9.4)

Lesson 18: Root and Ratio Tests (Briggs 9.5 Part 1)

Lesson 19: Comparison Tests (Briggs 9.5 Part 2)

Lesson 20: Alternating Series (Briggs 9.6)

Lesson 21: Approximating Polynomials (Briggs 10.1)

Lesson 22: Power Series (Briggs 10.2)

Lesson 23: Taylor Series (Briggs 10.3)

Lesson 24: Working with Taylor Series (Briggs 10.4)

Lesson 25: The Basic Idea of Differential Equations (Briggs 8.1)

Lesson 26: Direction Field's and Euler's Method (Briggs 8.2)

Lesson 27: Separable Differential Equations (Briggs 8.3)

Lesson 28: Solving Differential Equations with Taylor Series (Briggs 10.4 part 2)

Lesson 29: Parametric Equations (Briggs 11.1)

Lesson 30: Polar Equations (Briggs 11.2)

Lesson 31: Calculus in Polar Coordinates (Briggs 11.3)

Review of Conics (Part of Briggs 11.4)

Lesson 32: Vectors in the Plane (Briggs 12.1)

Lesson 33: Vectors in Three Dimensions (Briggs 12.2)

Lesson 34: Dot Products (Briggs 12.3)

Lesson 35: Cross Products (Briggs 12.4)

Lesson 36: Lines and Curves in Space (Briggs 12.5)